Darwin123
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What you are missing is that there is no specific form of energy that is called heat. Furthermore, there is no specific form of energy called work. You can only use Carnot's formula if you know which packets of energy are called heat and which are called work.Deeviant said:I can see where you are coming from, but I don't think that answers the fundamentals for this problem.
It isn't a heat exchanger problem. The primary thought here is that the is machine converting heat to another form of energy, and can do this "perfectly", so any kinetic energy in the form of heat that hits the business end of this machine is converted to electric current. Converting energy from one form to another doesn't exactly "take" energy, but there are losses; so the question is does physics disallow the converting of increasingly up to (nearly)infinitely smaller quanta of kinetic energy.
Here's an example: let's say you you have some sort of exotic "gas", let's not worry too much about what the gas is, but it's some sort of monoatomic or subatomic ion or subatomic particle, the gas is contained within some sort of nano-mechanic system that is basically is series of nano-magnetic structures in a conductive matrix. Every time a ion passes through the field it would general some(very small) amount of current, and loss some of it's kinetic energy, as it successive passes through more nano-magnetic structures, it would lose all of it's energy. I can't find a specific law that would forbid this time of system.
Or am I missing something?
In your example, you discriminated between kinetic energy that is heat and kinetic energy that is not heat. You claimed that the kinetic energy going in was heat. Furthermore, you are not telling us whether the electric current going out is also heat. Maybe the electric current going out is still heat.
Heat is energy that is transferred on a macroscopic scale by heat conduction. Heat is the temperature times the change in entropy. The designation heat has nothing to do with what form the energy takes on an atomic level.
I assume your machine absorbs heat by heat conduction. I will also assume that the electric current is work. By Carnot's theorem, it is impossible to turn all the energy absorbed by heat conduction into work.
So basically, your machine can't work because of the Second Law of Thermodynamics. If the second law is correct, you can't make a machine that automatically takes all the energy that comes into it by heat conduction and turns it into something else.
If the energy does not enter by heat conduction, then the energy is work. One form of work can be changed into another form of work. However, such machines already exist.
The weasel word here is "heat". "Heat energy" is conceptually ambiguous because heat is not a perfect differential. On an atomic level, heat is a mixture of many types of energy (kinetic, potential, etc.) So the minute that you say "kinetic energy that is heat", you run into an ambiguity.
Ahh, but that doesn't solve your literary problem. You are looking for some techno-babble that would sound plausible to a scientist. One thing you must avoid in a fantasy is ambiguity. Real life may be ambiguous, but at least it is real. A fantasy has to be extra specific to make up for the fact that it is a fantasy. Ambiguity can only weaken a SF story. I suggest that you describe your device in terms of entropy rather than heat energy.
Entropy is actually better defined than heat energy. Entropy is a perfect differential. Entropy acts a lot like an indestructible gas, where temperature is the pressure of the gas. I recommend that you hypothesize what the machine does to the entropy, rather than hypothesize what what the machine does to the heat energy. Whether or not your concept is viable, you will have avoided ambiguity.
The phrase "heat energy" is always ambiguous. Avoid it in science and in literature.